The present study concerns thevibrationofa pipetransportingfluid(internal fluid) withaconstant flow rate.The fluidflowing in the pipehas the samemovementas that of theinflectionalstructure; it creates an interaction «fluid-structure" which results ina decrease inrigidity anddampingbehaviorof the structure pipe-fluid.

A theoretical studywas conductedforthe establishmentofkineticenergyand deformationof the system(fluid, structure) needed todetermination ofequations of motionin matrix form.Modelingofsolid-liquidwas conducted byp version of the finite element method.

A program is developed and validated; comparing the results with those found in the literature is made. This allowed us to study the influence of physical and geometrical parametersof thecoupled structure.Amongthese parameterswe quotethe flow velocity, density, elastic modulus, the length of pipeandboundary condition.


Fluid-structure interaction ; pipe of fluid transport ; finite elements

Texte intégral :



-Beurrières, F.-J., 1939. .Sur en phenomenedoscillation auto en trenue en mecanique des fluides reels. Publications Scientifiques et Techniques du Ministère de l’Air147.

-Feodoseev, V.P., 1951. Vibrations and stability of a pipe when liquid flows through it.InzhenernyiSbornik 10, 169–170

-Stein RA, Tobriner MW. Vibration of pipes containing flowing fluids. Trans ASME J ApplMechan 1970; 906-916

-R.W., Mote Jr, C.D., 1976. On the dynamic analysis of curved and twisted cylinders transporting fluids. ASME Journal of Pressure Vessel Technology 98, 143–150.

-Robert D.Blevins."Flow Induced Vibrations". Krieger 289,297(1977)

-M.P. Païdoussis. Fluid–Structure Interactions: Slender Structures and Axial Flow, vol. 1, Academic Press, London, 1998.

Ashley H, Haviland G. Bending vibrations of a pipeline containing flowing

fluid. Journal of Applied Mechanics 1950;72:229-32

Han-IkYoon, In-SooSon. Dynamic behavior of cracked simply supported pipe

conveying fluid with moving mass ; Journal of Sound and Vibration 292 (2006) 941 953

-Y.T. Chai, K.S. Varyani. An absolute coordinate formulation for three-dimensional flexible pipe analysis, Ocean Engineering 33 (2006) 23–58

-ZHAO Feng-qun,WANGZhong-min. Analysis of coupled-Mode flutter of pipes conveying fluid on the elastic foundation, Appleid Mathematics and Mechanics (English Edition, vol. 21. No10. Oct 200)

-Francesco Pellicano and Francesco Zirillit,Boundary. layers and non-linear vibrations an axially moving beam,Int. J Non-LmeorMechonm. Vol. 33, No. 4, pp. 691-71 I, 199X

-Gulyayev VI, TolbatovEYu. Forced and self-excited vibrations of pipes containing mobile containig boiling fluid clots. Journal of Sound and Vibration


-Slone AK, Pericleous K, Bailey C, Cross M. Dynamic fluid structure interaction using finite volume un structured mesh procedures. Journal of Computers and Structures 2002;80:371-90

-Q. Ni, Z.L. Zhang, L. Wang. Application of the differential transformation method to vibration analysis of pipes conveying fluid-Applied Mathematics and Computation 217 (2011) 7028–7038

-A.M. Hellum, R.Mukherjee, A.J.Hull. Dynamics of pipes conveying fluid with non-uniform turbulent and laminar velocity profiles, Journal of Fluids and Structures 26 (2010) 804–813

-M.P. Païdoussis, and N.T.IssiD. Dynamic stability of pipes conveying fluid,Journal of sound and vibration (1974) 33(3), 267-294

-Han-IkYoon,_, In-SooSon. Dynamic response of rotating flexible cantilever pipe conveying fluid with tip mass, International Journal of Mechanical Sciences 49 (2007) 878–887

-YIH-HWANG LIN and AYAU-KUN TSAI, Non linear vibrations of Timoshenko pipes conveying fluid, Int. J. Solid Structures Vol.34, No.23,pp.2945-2956, 1997

-SakdiratKaewunruen, JulapotChiravatchrade, SomchaiChucheepsakul, Nonlinear free vibrations of marine risers/pipes transporting fluid, Ocean Engineering 32 (2005) 417–44


  • Il n'y a présentement aucun renvoi.


Direction des Publications et de l'animation scientifique

Université des Frères Mentouri Constantine 1. Route Ain El-Bey. 25000. Algérie.